![]() In reality, this science of form emissions seems to be even older, and could go back to prehistoric times, to the time of the construction of megalithic sites such as circular or triangular cromlechs. Pendulums of Thoth have been found in very ancient sarcophagi, and apparently thanks to the pyramid-like form emissions in a model, the high dignitaries, the Egyptian initiates could converse several hundred kilometers away from each other, without knowing the use of radio waves. Magnetic North is indeed the basis of shape waves, and it is the fundamental rule to observe."Ĭhaumery and Bélizal have also shown that the Egyptians had an excellent mastery of shape waves and that a large part of the power of their empire was based on this mastery. ![]() If a geometric shape is oriented successively in twelve positions marked on the circle of the compass, it will express in turn the color / vibration corresponding to its position. If the shape is symmetrical, regular, the emitted shape wave is beneficial if the shape is irregular, asymmetrical, the re-emitted shape wave is malefic, pathological. "Shapes capture the earth's magnetism, become saturated with it and re-emit the captured energy in a shape wave. Here is the definition given by the inventors of the theory of form waves, André de Bélizal, Léon Chaumery and Morel: They have observed it, studied it, but have not been able to give any explanation that is unanimously accepted. In fact, many researchers and authors have studied this phenomenon over the centuries. Form waves are strange phenomena for some people, and we cannot always classify them. It is very difficult to say to what they correspond precisely. The expression "waves of form" was coined in dowsing by Mr Chaumery and Mr de Bélizal from their research. They are also referred to as low energy vibrations. Let us specify right now that the term "waves" is perhaps badly used, their nature not being specifically defined. Perhaps you have already heard of wavelenght forms, cosmo-telluric waves, magnetism or even remote influence and active thought projection? Articles on the subject are flourishing in specialized magazines as well as in popular magazines. The sacred geometry of nature, the sacred geometry of life and the notion of perspective in art and architecture coincide in these numbers. They can be found again and again in the works of the ancient Greeks and the architects of the Middle Ages, but also in the growth of living things. The sacred proportions are governed by certain numbers, such as phi, which is also called the golden number. The parts of a whole are not always of a precise proportion, but can constitute a harmonic of this proportion. What is harmony but the repetition of equal proportions. Growth is expressed in repetitive patterns, and in the same way, the art and virtuosity of architecture is expressed in harmony. In its purest and simplest form, geometry is sacred but also in certain ordinary applications as well as in Euclid's figures - circles, triangles and squares - or in proportions and harmonics. The megalithic builders of Great Britain and the builders of the pyramids of Egypt applied this sacred geometry to the orientation of their buildings. These concerns about proportion and orientation are common to so many cultures that they must reflect a specific reality. But when it appeared pleasing to the Gods, it became sacred.Ī temple, for example, can be sanctified if its construction meets certain sacred proportions and if it is oriented in a specific direction. It is considered useful for locating and constructing buildings suitable for their inhabitants. Of course, not all aspects of geometry are sacred. What Euclid wrote in the "Elements" remains completely valid and has not been superseded by other theories despite the passing of 2000 years.īut what other form of geometry, perhaps more secret or sacred, remains hidden in the architecture of buildings and in the work of nature? And at a higher level, geometry allows us to distinguish the sacred from the profane.Įuclid (325-265 BC) was the first to summarize in detail the axioms and theorems of this fascinating field. The construction of buildings and the determination of the property boundaries of a land are subsumed in geometry. Long before it was written down, geometry was used to measure the ground, which today is called "topography". The term "geometry", of Greek origin, etymologically means " measurement of the earth ". But that's a good question, don't you think?
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